1981
DOI: 10.1007/bf01034498
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On statistical models for fission track counts

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Cited by 811 publications
(428 citation statements)
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“…Using isotopic fractionation for cogenetic quartz-muscovite pairs from three different veins at the same general location, we calculate equilibrium temperatures of 394 ± 20°C, 386 ± 30°C and 406 ± 12°C in the veins MC494, MC497, and MC498, The parameters rs and ri represent sample spontaneous and induced track densities; P(c 2 ) is the probability of c 2 for n degrees of freedom where n is number of crystals minus 1. All ages are central ages [Galbraith, 1981] and are reported with a 2s error. lD = 1.55125 × 10 −10 .…”
Section: Oxygen Stable Isotope Analysismentioning
confidence: 99%
“…Using isotopic fractionation for cogenetic quartz-muscovite pairs from three different veins at the same general location, we calculate equilibrium temperatures of 394 ± 20°C, 386 ± 30°C and 406 ± 12°C in the veins MC494, MC497, and MC498, The parameters rs and ri represent sample spontaneous and induced track densities; P(c 2 ) is the probability of c 2 for n degrees of freedom where n is number of crystals minus 1. All ages are central ages [Galbraith, 1981] and are reported with a 2s error. lD = 1.55125 × 10 −10 .…”
Section: Oxygen Stable Isotope Analysismentioning
confidence: 99%
“…Fission track ages were determined using the zeta calibration method as recommended by Hurford (1990). A pooled age was calculated for those samples in which individual grains do not show a significant variation in fission track age, as determined by the X 2 statistical test (Galbraith, 1981), and uncertainties were calculated using the conventional approach of Green (1981). A central age was calculated for those samples in which individual grains do show a significant spread in fission track age (Galbraith and Laslett, 1993).…”
Section: Fission Track Analysismentioning
confidence: 99%
“…All ZFT ages passed the chi-squared probability test (P(χ 2 ) >5 %; Galbraith 1981) belong to one homogeneous age population. The radial plots of single grain ZFT ages are shown in Fig.…”
Section: Fission Track Datamentioning
confidence: 99%
“…Data processing was carried out using the TRACKKEY program, version 4.2.f (Dunkl 2002). The probability of grains counted in a sample belonging to a single population of ages was assessed by a P(χ 2 ) probability test (Galbraith 1981). Long axes of the FT etch-pits (D par method; Donelick 1993;Burtner et al 1994) were measured as a proxy for annealing properties.…”
Section: Fission Track Analysismentioning
confidence: 99%